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" (i) "2y+(5)/(2)=(37)/(2)...

" (i) "2y+(5)/(2)=(37)/(2)

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.Solve the following equations: (a) 2y+(5)/(2)=(37)/(2), (b) 5t+28=10, (c)(a/5)+3=2 (d)(5/2)x=-5x^(10), (e) (5/2)x=(25/4), (g) 7m+(19/2)=13

Solve the following 2y+5/2=(37)/2

What is the value of (37 + 23 )^(2)+ (37 - 23)^(2) ?

Solve equation 2y+5/2=37/2

A point on the ellipse x^(2)+3y^(2)=37 where the normal is parallel to the line 6x-5y=2 is (5,-2) (b) (5,2)(c)(-5,2)(d)(-5,-2)

Find the values of following . (a) (tan^(2)37(1)/(7)^(@)+1)/(tan^(2)37(1)/(2)^(@)-1) (b) (3 tan^(2)5^(@)-1)/(3tan5^(@)-tan^(3)5^(@))

Find the values of following . (a) (tan^(2)37(1)/(7)^(@)+1)/(tan^(2)37(1)/(2)^(@)-1) (b) (3 tan^(2)5^(@)-1)/(3tan5^(@)-tan^(3)5^(@))